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Ps - pole stawu = πr² =100
r² = 100/π
r - promień stawu = √100/π = √100/3,14 = √31,85 = 5,64 m
Pa - pole alejki = π(R² - r²)
R - promień zewnętrzny alejki
π(R² - r²) = πr²
πR² - πr² = πr²
πR² =πr² + πr² = 2πr²
R² = 2πr²/π = 2r² = 2 * 100/π = 200/π = 200/3,14 = 63,69
R = √63,69 = 7,98 m
szerokość alejki = R - r = 7,98 m - 5,64 m = 2,34 m